A hexahectaenneacontakaiheptagon, also known as a 697-sided polygon, is a polygon with 697 sides and 697 angles.
General Properties: As with any polygon, the sum of the interior angles of a hexahectaenneacontakaiheptagon is (n-2) * 180 degrees, where n is the number of sides. For a 697-sided polygon, this equates to (697-2) * 180 = 125,100 degrees.
Regular Hexahectaenneacontakaiheptagon: A regular hexahectaenneacontakaiheptagon has all sides of equal length and all angles of equal measure. Each interior angle of a regular hexahectaenneacontakaiheptagon measures approximately 179.4835 degrees.
Area: The area of a regular hexahectaenneacontakaiheptagon with side length 'a' can be calculated using fairly complex trigonometric formulas. As the number of sides increases, a regular polygon more closely approximates a circle.
Practical Use: Due to the sheer number of sides, a hexahectaenneacontakaiheptagon is virtually indistinguishable from a circle in appearance. It is therefore unlikely to have any practical applications beyond theoretical geometry. It's mostly a mathematical curiosity.
<a href="https://www.wikiwhat.page/kavramlar/Related%20Polygons">Related Polygons</a>: The hexahectaenneacontakaiheptagon is related to other polygons based on its properties and construction.
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